Triangles: 78.3k
Vertices: 39.5k
More model informationThis is an example of a regular map. A generalization of tPlatonic solids to higher genus surfaces. If you observe the pattern painted on the geometry, they are topologically equivalent and have the property of being flag transitive, an important property of the Platonic solids. This model is a genus 9 surface which is a space model of the regular map R9.3’{6,4} (in Conder’s list). It is formed by 64 hexagons and is constructed from the edge graph of two interleaves cubes. For more information, see
http://page.mi.fu-berlin.de/faniry/files/paper.pdf
I use http://www.javaview.de to generate the model
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